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Heuristic stability theory for finite-difference equations. (English) Zbl 0187.12101

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[1] O’Brien, G.G.; Hyman, M.A.; Kaplan, S., J. math. phys., 29, 223, (1950)
[2] Harlow, F.H.; Welch, J.E., Phys. fluids, 8, 2182, (1965)
[3] Courant, R.; Friedricks, K.O.; Lewy, H., Math. ann., 100, 32, (1928)
[4] von Neumann, J.; Richtmyer, R.D., J. appl. phys., 21, 232, (1950)
[5] Gentry, R.A.; Martin, R.E.; Daly, B.J., J. comp. phys., 1, 87, (1966)
[6] Daly, B.J., Math. comp., 17, 346, (1963)
[7] \scB. J. Daly and W. E. Pracht, (unpublished).
[8] Richtmyer, R.D., Difference methods for initial value problems, (1957), Interscience New York · Zbl 0155.47502
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